Linear Algebra Problem Book - Halmos.pdfMesser, RobertHalmos, Paul R
Halmos 《Linear Algebra Problem Book》笔记 (3) 代数结构概念的核心是对运算对象和运算规则的虚化,这样构成了一个形式框架,在这个框架下可以随时实例化运算对象和运算规则。在前面四个问题中,前三个问题的运算对象是实数,而第四个问题的运算对象是有序对。对这些运算对象,我们可以以数的加法和乘法为基础,人为地、...
Linear algebra and tensor algebra are inextricably linked. The mechanics of these subjects are similar: linear combinations dominate calculations and change of coordinates (referred to as change of basis in linear algebra) is of primary interest. Some id
Linear Algebra Appl., 97 (1987), pp. 127-139 View PDFView articleView in ScopusGoogle Scholar [5] P.R Halmos A Hilbert Space Problem Book (second ed.) Graduate Texts in Mathematics, 19, Springer-Verlag, New York (1982) Google Scholar [6] J Hou, J Cui Introduction to the Linear Map...
P.R. Halmos A Hilbert Space Problem Book (2nd ed.), Springer-Verlag, New York, Heidelberg, Berlin (1982) Google Scholar [24] A.S. Householder The Kantorovich and some related inequalities SIAM Rev., 7 (1965), pp. 463-473 CrossrefGoogle Scholar [25] L.V. Kantorovič, Functional ana...
19HALMOS.AHilbertSpaceProblemBook. 2nded. 20HUSEMOLLER.FibreBundles.3rded. 21HUMPHREYS.LinearAlgebraicGroups. 22BARNES/MACK.AnAlgebraicIntroductionto MathematicalLogic. 23GREUB.LinearAlgebra.4thed. 24HOLMES.GeometricFunctionalAnalysisand ItsApplications. 25HEWITT/STROMBERG.RealandAbstract Analysis. 26MANES.Alg...
Linear AlgebraGehring, F WHalmos, P RDeprima, CHerstein, IKiefer, JLeveque, W
Linear Algebra Problem Book || Transformationsdoi:10.5948/9781614442127.005HalmosPaul R.
Linear Algebra Problem Book || Inner Product Spacesdoi:10.5948/9781614442127.009HalmosPaul R.
Introduction to Linear AlgebraJohn L KelleyPaul R Halmos